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首页> 外文期刊>International Journal of Solids and Structures >Buckling of a stiff thin film on a bi-layer compliant substrate of finite thickness
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Buckling of a stiff thin film on a bi-layer compliant substrate of finite thickness

机译:在有限厚度的双层兼容衬底上弯曲僵硬薄膜

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摘要

y The buckling of a stiff thin film on a compliant substrate has been widely studied over the past decade due to its wide applications such as stretchable electronics, micro- and nano-metrology, and surface engineering. Instead of a single-layer compliant substrate, a bi-layer compliant substrate is usually encountered in practical applications. In this paper, the buckling of a stiff thin film on a bi-layer compliant substrate of finite thickness is studied theoretically, numerically and experimentally. The theoretical models based on the small-deformation theory and the simple finite-deformation theory accounting for the geometry change by using the energy method are both developed and presented. The good agreement among theoretical predictions, finite element analysis and experimental measurements of the buckling behavior validates the theoretical model. The influences of finite thickness of the bi-layer substrate and substrate modulus ratio on the buckling wavelength and critical buckling strain are systematically investigated. The buckling configurations at various applied strains are also measured to further validate the theoretical model. These results shed light on the influence of finite substrate thickness on buckling of the bi-layer substrate-supported thin films and are helpful to provide design guidelines in practical applications. (C) 2019 Published by Elsevier Ltd.
机译:由于诸如可伸缩电子,微型和纳米计量和表面工程,因此在过去十年中,符合符合底物上的稠薄膜的屈曲已经广泛研究。代替单层柔顺基板,通常在实际应用中遇到双层柔顺基材。在本文中,从理论上,在数值和实验中,研究了在有限厚度的双层柔顺基板上的刚性薄膜的屈曲。基于小变形理论的理论模型和通过使用能量法计算几何变化的简单有限变形理论均开发和呈现。屈曲行为的理论预测,有限元分析和实验测量的良好一致性验证了理论模型。系统地研究了双层基板的有限厚度和基板模量比对屈曲波长和关键屈曲应变的影响。还测量了各种施加应变处的屈曲配置以进一步验证理论模型。这些结果揭示了有限基板厚度对双层基板支撑的薄膜屈曲的影响,并且有助于提供实际应用中的设计指导。 (c)2019年由elestvier有限公司出版

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